{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "initial_id",
   "metadata": {
    "collapsed": true,
    "ExecuteTime": {
     "end_time": "2024-03-01T16:41:02.595667800Z",
     "start_time": "2024-03-01T16:41:02.580668200Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Hello world!\n"
     ]
    }
   ],
   "source": [
    "print(\"Hello world!\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "outputs": [
    {
     "data": {
      "text/plain": "[<matplotlib.lines.Line2D at 0x1746ef1fca0>]"
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": "<Figure size 640x480 with 1 Axes>",
      "image/png": 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"
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# code\n",
    "from matplotlib import pyplot as plt\n",
    "plt.figure()\n",
    "plt.plot([0,3,3],[1,2,1])\n"
   ],
   "metadata": {
    "collapsed": false,
    "ExecuteTime": {
     "end_time": "2024-03-01T16:51:47.421058800Z",
     "start_time": "2024-03-01T16:51:47.337050900Z"
    }
   },
   "id": "522093455029e468"
  },
  {
   "cell_type": "markdown",
   "source": [
    "# Markdown"
   ],
   "metadata": {
    "collapsed": false
   },
   "id": "e25f015979d848a7"
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.6"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
